International audienceThis extended abstract is about an effort to build a formal description of a triangulation algorithm starting with a naive description of the algorithm where triangles, edges, and triangulations are simply given as sets and the most complex notions are those of boundary and separating edges. When performing proofs about this algorithm, questions of symmetry appear and this exposition attempts to give an account of how these symmetries can be handled. All this work relies on formal developments made with Coq and the mathematical components library
Mathematical Components is the name of a library of formalized mathematics for the Coq system. It co...
SIGLEAvailable from British Library Document Supply Centre- DSC:3511.638(DAI-RP--257) / BLDSC - Brit...
This thesis work is part of the general field of computer-assisted proof and is methodologically bas...
International audienceThis extended abstract is about an effort to build a formal description of a t...
A formalization of geometry in Coq.This library contains a formalization of geometry using the Coq p...
Synthetic geometry, sometimes also called axiomatic geometry, deals purely with geometric objects. R...
This thesis deals with the formalization and automation of geometric reasoning within the Coq proof ...
AbstractThis paper presents an interface for geometry proving. It is a combination of a dynamic geom...
Synthetic geometry, sometimes also called axiomatic geometry, deals purely with geometric objects. ...
Unexpected behaviour in software can be both expensive and time-consuming toresolve. Unit-testing is...
Abstract. The research in this proposal is aimed at creating a theo-rem proving framework that will ...
International audienceThis paper describes the formalization of the arithmetization of Euclidean geo...
Comparing provers on a formalization of the same problem is always a valuable exercise. In this pape...
International audienceIn this article, we present the development of a library of formal proofs for ...
International audienceThis paper describes the formalization of the arithmetization of Euclidean pla...
Mathematical Components is the name of a library of formalized mathematics for the Coq system. It co...
SIGLEAvailable from British Library Document Supply Centre- DSC:3511.638(DAI-RP--257) / BLDSC - Brit...
This thesis work is part of the general field of computer-assisted proof and is methodologically bas...
International audienceThis extended abstract is about an effort to build a formal description of a t...
A formalization of geometry in Coq.This library contains a formalization of geometry using the Coq p...
Synthetic geometry, sometimes also called axiomatic geometry, deals purely with geometric objects. R...
This thesis deals with the formalization and automation of geometric reasoning within the Coq proof ...
AbstractThis paper presents an interface for geometry proving. It is a combination of a dynamic geom...
Synthetic geometry, sometimes also called axiomatic geometry, deals purely with geometric objects. ...
Unexpected behaviour in software can be both expensive and time-consuming toresolve. Unit-testing is...
Abstract. The research in this proposal is aimed at creating a theo-rem proving framework that will ...
International audienceThis paper describes the formalization of the arithmetization of Euclidean geo...
Comparing provers on a formalization of the same problem is always a valuable exercise. In this pape...
International audienceIn this article, we present the development of a library of formal proofs for ...
International audienceThis paper describes the formalization of the arithmetization of Euclidean pla...
Mathematical Components is the name of a library of formalized mathematics for the Coq system. It co...
SIGLEAvailable from British Library Document Supply Centre- DSC:3511.638(DAI-RP--257) / BLDSC - Brit...
This thesis work is part of the general field of computer-assisted proof and is methodologically bas...